Characterization of noisy symbolic time series.

  title={Characterization of noisy symbolic time series.},
  author={Christopher W Kulp and Suzanne Smith},
  journal={Physical review. E, Statistical, nonlinear, and soft matter physics},
  volume={83 2 Pt 2},
The 0-1 test for chaos is a recently developed time series characterization algorithm that can determine whether a system is chaotic or nonchaotic. While the 0-1 test was designed for deterministic series, in real-world measurement situations, noise levels may not be known and the 0-1 test may have difficulty distinguishing between chaos and randomness. In this paper, we couple the 0-1 test for chaos with a test for determinism and apply these tests to noisy symbolic series generated from… CONTINUE READING

Similar Papers

Loading similar papers…